lzy0188 发表于 2016-12-24 11:32

601333广深铁路

100:1下,历史高点11,下滑至历史低点2,为11圆周位,由2上升至9(A1角),由9下跌至3(A2角)。本波行情由3上涨,当前到达5,为3大数1/2位置,3至5为反抽行情,越过5,可预期3对角7的目标位。data:image/png;base64,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

10:1下,历史高点114与历史低点21成圆周关系,近期高点93与近期低点32也成圆周关系,本次上升行情由32开启,在到达32对角42后,回测32大数1/2处的37,不破,向上突破43预示股票由反抽转为反转,随后的行情基本上移两个角度,再下测1个角度(40—46—43;43—50--46),目前高点至54,行情仍然为多头,短期目标位为32圆周位58,及历史高点114对应价格63。data:image/png;base64,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

纪遇J 发表于 2016-12-26 22:52

图呢钢球兄

zjf218 发表于 2016-12-26 22:53

点赞分析嘎嘎的好呀

田园之声 发表于 2016-12-27 15:32

很好!!

ltwxk 发表于 2016-12-31 22:01

感谢分享!{:7_317:}
页: [1]
查看完整版本: 601333广深铁路